[See Solution] In Activities 9 through 20 , find the exact value of the integral by using antiderivative formulas if possible. If this is not possible, use
Question: In Activities 9 through 20 , find the exact value of the integral by using antiderivative formulas if possible. If this is not possible, use technology to estimate the answer. In either case, state whether your answer is exact or an approximation.
\(\int{\frac{\ln x}{x}dx}\)
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(Solution Library) In Activities 9 through 20 , find the exact value
(See Solution) In Activities 9 through 20 , find the exact value
![[Solved] In Activities 9 through 20 ,](/images/solutions/MC-solution-library-59770.jpg "[Solved] In Activities 9 through 20 , find the exact value of")
[Solved] In Activities 9 through 20 , find the exact value of
![[All Steps] In Activities 9 through 20](/images/solutions/MC-solution-library-59771.jpg "[All Steps] In Activities 9 through 20 , find the exact value")
[All Steps] In Activities 9 through 20 , find the exact value
![[All Steps] In Activities 9 through 20](/images/solutions/MC-solution-library-59772.jpg "[All Steps] In Activities 9 through 20 , find the exact value")
[All Steps] In Activities 9 through 20 , find the exact value
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